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Question

Choose the possible word problem for the given expression: 13÷6


A
13kg of flour is required to make one batch of muffins. If there are 18 batches then, how much flour is needed?
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B
13 kg of flour is required to bake 6 batches of muffins. How much flour will be required for one batch?
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C
6kg flour is required to make some muffins. If
13kg of flour is required to make one muffin, how much flour is required for six muffins?
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D
13kg of flour is required to make one batch of muffins. How many batches can be prepared with 6 kg of flour?
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Solution

The correct option is B 13 kg of flour is required to bake 6 batches of muffins. How much flour will be required for one batch?

The fraction is 13.
13 is divided into 6 parts.
So, 13÷6=118
Total mass of flour =13kg
Number of batches =6
Mass of flour required for one batch = Mass of total flour ÷ number of batches

=13÷6
This expression gives the mass of flour required to divide
13kg of flour equally in 6 batches.

Option A:
Total mass of flour =13kg
Number of batches =6
Mass of flour required for one batch = Mass of total flour ÷ number of batches
=13÷6
So, Option A matches with the given expression.
Hence, Option A is correct.

Option B:
13kg of flour is required to make one batch of muffins. How many batches can be prepared with 6kg of flour?
Mass of flour required for one batch =13kg
Total mass of flour =6kg
Number of batches that can be prepared = Total amount of flour ÷ Flour required for one batch
=6÷13
So, Option B does not match with the given expression.

Option C:
Total mass of the flour =6kg
Flour required for one muffin =13kg
So, the mass of flour required for six muffins =6×13kg
Option C does not match the given expression.

Option D:
Flour required for one batch =13kg
Number of batches =18
Total amount of flour = Flour required for one batch × Number of batches
=13×18
Option D does not match with the given expression.
Hence, Option A is correct.



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